Prof. Dr. Hari Shankar Mahato

Projekte

1. Mikro-Makro-Modellierung von Reaktions-Diffusions-Prozessen in Mehrphasen-Materialien (seit 01.03.2004)

Publikationen (Auswahl)vollständige Liste

1. M. Eden, H. S. Mahato.
   Homogenization of a Poroelasticity Model for Fibre-Reinforced Hydrogels.
   Mathematical Methods in the Applied Sciences, 45(17):11562-11580, 2022.

   DOI: 10.1002/mma.8466

2. H. S. Mahato, M. Böhm, S. Kräutle, P. Knabner.
   Upscaling of a system of semilinear parabolic partial differential equations coupled with a system of nonlinear ordinary differential equations originating in the context of crystal dissolution and precipitation inside a porous medium: existence theory ..
   Advances in Mathematical Sciences and Applications, 26:39-80, 2017.
3. H. S. Mahato, M. Böhm.
   An existence result for a system of coupled semilinear diffusion-reaction equations with flux boundary conditions.
   European Journal of Applied Mathematics, 26:121-143, 2015.
4. H. S. Mahato, M. Böhm.
   Global existence and uniqueness for a system of semilinear multi-species diffusion-reaction equations.
   The Journal of Applied Analysis and Computation, 3(4):357-376, 2013.

   online unter: http://jaac-online.com/index.php/jaac/article/view/173

5. H. S. Mahato, M. Böhm.
   Homogenization of a system of semilinear diffusion-reaction equations in an H^{1,p} setting.
   Electronic Journal of Differential Equations, 210:1-22, 2013.

   online unter: http://ejde.math.txstate.edu/Volumes/2013/210/mahato.pdf